Learning objectives
Understanding that every problem in life can be faced and often solved.
Prerequisites
Basical Mathematics.
Course unit content
The Complex Field
Full programme
1) Complex Functions of Complex Variables
2) Cauchy-Riemann Conditions
3) Analytic Functions
4) Accordant Transformations
5) Integration in the Complex Field
6) Residual
7) Riemann Integral and Cauchy Integral
8) Cauchy Formula in infinite domain
8) Liouville Theorem
Bibliography
1) Marco Spiga, Marco Trentin, "Funzioni analitiche. Equazioni differenziali", Pitagora Editrice, Bologna.
2) Slides in Elly.
Teaching methods
Mixed in-classroom and self-paced work. NO ONE LEFT BEHIND!
Assessment methods and criteria
Just written examinations.
Other information
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2030 agenda goals for sustainable development
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